qcx#h0_exk#c4.dat

Charge Exchange Cross Sections

Ion
C4+
Energy Range
0.010 keV/amu → 50.00 keV/amu

ADF01

Filename
qcx#h0_exk#c4.dat
Full Path
adf01/qcx#h0/qcx#h0_exk#c4.dat
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C4+ + H0(n=2) → C3+ + H+total
C4+ + H0(n=2) → C3+(n=3) + H+n-resolved
C4+ + H0(n=2) → C3+(3s) + H+nl-resolved
C4+ + H0(n=2) → C3+(3p) + H+nl-resolved
C4+ + H0(n=2) → C3+(3d) + H+nl-resolved
C4+ + H0(n=2) → C3+(n=4) + H+n-resolved
C4+ + H0(n=2) → C3+(4s) + H+nl-resolved
C4+ + H0(n=2) → C3+(4p) + H+nl-resolved
C4+ + H0(n=2) → C3+(4d) + H+nl-resolved
C4+ + H0(n=2) → C3+(4f) + H+nl-resolved
C4+ + H0(n=2) → C3+(n=5) + H+n-resolved
C4+ + H0(n=2) → C3+(5s) + H+nl-resolved
C4+ + H0(n=2) → C3+(5p) + H+nl-resolved
C4+ + H0(n=2) → C3+(5d) + H+nl-resolved
C4+ + H0(n=2) → C3+(5f) + H+nl-resolved
C4+ + H0(n=2) → C3+(5g) + H+nl-resolved
C4+ + H0(n=2) → C3+(n=6) + H+n-resolved
C4+ + H0(n=2) → C3+(6s) + H+nl-resolved
C4+ + H0(n=2) → C3+(6p) + H+nl-resolved
C4+ + H0(n=2) → C3+(6d) + H+nl-resolved
C4+ + H0(n=2) → C3+(6f) + H+nl-resolved
C4+ + H0(n=2) → C3+(6g) + H+nl-resolved
C4+ + H0(n=2) → C3+(6h) + H+nl-resolved
C4+ + H0(n=2) → C3+(n=7) + H+n-resolved
C4+ + H0(n=2) → C3+(7s) + H+nl-resolved
C4+ + H0(n=2) → C3+(7p) + H+nl-resolved
C4+ + H0(n=2) → C3+(7d) + H+nl-resolved
C4+ + H0(n=2) → C3+(7f) + H+nl-resolved
C4+ + H0(n=2) → C3+(7g) + H+nl-resolved
C4+ + H0(n=2) → C3+(7h) + H+nl-resolved
C4+ + H0(n=2) → C3+(7i) + H+nl-resolved
C4+ + H0(n=2) → C3+(n=8) + H+n-resolved
C4+ + H0(n=2) → C3+(8s) + H+nl-resolved
C4+ + H0(n=2) → C3+(8p) + H+nl-resolved
C4+ + H0(n=2) → C3+(8d) + H+nl-resolved
C4+ + H0(n=2) → C3+(8f) + H+nl-resolved
C4+ + H0(n=2) → C3+(8g) + H+nl-resolved
C4+ + H0(n=2) → C3+(8h) + H+nl-resolved
C4+ + H0(n=2) → C3+(8i) + H+nl-resolved
C4+ + H0(n=2) → C3+(8j) + H+nl-resolved
 + 4     H + 0 (2)  / receiver, donor (donor state index)    /        /
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  Data is a transcription of the file EXK#BE4 which is assumed to be
  applicable also to C+4 as the receiving ion.

                                         H. P. Summers
                                         2 Oct. 1995

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Contributors

  • Hugh Summers
  • Transitions
  • Comments
  • Origins

Data Classes

Fundamental

ADF01ADF04ADF07ADF08ADF09ADF38ADF39ADF48

Derived

ADF11ADF12ADF13ADF15ADF21ADF22